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[1] Li Pu*, Sun Qinghong, Chen Nan,. Applied Mode Coordinate to Solve DynamicResponses of Antenna Mechanic System [J]. Journal of Southeast University (English Edition), 2002, 18 (4): 306-309. [doi:10.3969/j.issn.1003-7985.2002.04.004]
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Applied Mode Coordinate to Solve DynamicResponses of Antenna Mechanic System()
应用模态坐标求解天线机械系统动力学响应
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Journal of Southeast University (English Edition)[ISSN:1003-7985/CN:32-1325/N]

Volumn:
18
Issue:
2002 4
Page:
306-309
Research Field:
Electromagnetic Field and Microwave Technology
Publishing date:
2002-12-30

Info

Title:
Applied Mode Coordinate to Solve DynamicResponses of Antenna Mechanic System
应用模态坐标求解天线机械系统动力学响应
Author(s):
Li Pu*;  Sun Qinghong;  Chen Nan
Department of Mechanical Engineering, Southeast University, Nanjing 210096, China
李普;  孙庆鸿;  陈南
东南大学机械工程系, 南京 210096
Keywords:
antenna;  dynamics;  mode coordinate
天线;  动力学;  模态坐标
PACS:
TN03;O39
DOI:
10.3969/j.issn.1003-7985.2002.04.004
Abstract:
Based on the Lagrange’s equation and the finite element method, this paper establishes the dynamic equation of a radar antenna mechanic system which is a high accuracy system and consists of two flexible bodies. Mode coordinates are used to reduce the orders of equation. Finally, the calculation method and engineering example are given when the rotational velocity of antenna is invariable and the wind velocity is 25 m/s. The error of antenna mechanic system can be estimated using the calculation results.
应用Lagrange方程和有限元法建立了由2个弹性体组成的有高精度要求的某型雷达天线机械系统动力学方程, 并应用模态坐标进行了降阶, 大大降低了方程自由度, 减轻了计算量, 给出了天线匀速旋转时的方程解法, 得到了天线机械系统在25 m/s风速下保持匀速运转时的位移响应和所需的驱动力矩.为天线机械系统误差确定和驱动系统设计提供了依据.

References:

[1] Zhang D J, Liu C Q, Huston R L. On the dynamics of an arbitrary flexible body with large overall motion: an integrated approach[J]. Mech Struct & Mach, 1995, 23(3):419-438.
[2] Hairing W J. New formulation for flexible beams under large overall plane motion[J]. J Guid Cont and Dyn, 1994, 17:76-83.
[3] Kane T R, Ryan R R, Banerjee A K. Dynamics of a cantilever beam attached to a moving base[J]. J Guid Cont and Dyn, 1987, 10:139-151.
[4] Hanagud S, Sarkar S. Problem of the dynamics of a cantilever beam attached to a moving base[J]. J Guid Cont and Dyn, 1989, 12:438-441.
[5] Banerjee A K, Kane T R. Dynamics of a plate in large overall motion[J]. J Appl Mech, 1989, 56:887-892.

Memo

Memo:
* Born in 1971, male, lecturer.
Last Update: 2002-12-20